LIST OF PUBLICATIONS
A- BOOK, EDITIONS:

-  Thermodynamic Formalism,  CIRM Jean-Morlet Chair, Fall 2019, Lectures Notes in Mathematics, 2290, Springer.
    Editors: Mark Pollicott, Sandro Vaienti

-Valerio Lucarini, Davide Faranda, Ana Cristina Moreira Freitas, Jorge Milhazes Freitas, Mark Holland, Tobias Kuna, Matthew Nicol, Mike Todd, Sandro Vaienti: Extremes and Recurrence in Dynamical Systems, Wiley,  2016, https ://arxiv.org/pdf/1605.07006.pdf


B-SUBMITTED

121) L. AMORIM, M.  M. CASTRO , B. SAUSSOL, S. VAIENTI, Thermodynamic formalism for hyperbolic random dynamical systems, https://arxiv.org/pdf/2607.04900

120) D. MARCONDES, S. VAIENTI, Metastability of random maps: a resolvent approach,  https://arxiv.org/abs/2602.12400





           C- REFERRED JOURNALS

                119) ZHENXIN LIU, BENOIT SAUSSOL, SANDRO VAIENTI, ZHE WANG, Quenched invariance principle with a rate for random dynamical systems, submitted, to appear in  
                         Communication in Mathematical Physics,  https://arxiv.org/pdf/2506.13167
         
              118) F. LILLO, S. MARMI, M. TANZI, S. VAIENTI, Filtering and Statistical Properties of Unimodal Maps Perturbed by Heteroscedastic Noises, to appear in 
                            Stochastic and Dynamics,  https://arxiv.org/pdf/2411.13939                                       
            117) J. ATNIP, G. FROYLAND, C. GONZALEZ-TOKMAN, S. VAIENTI, Compound Poisson statistics for dynamical systems via spectral                                                             perturbation, Nonlinearity, 38, 085023, 47pp, (2025),  https://arxiv.org/pdf/2308.10798.pdf
116) F. FLANDOLI, S. GALATOLO, P. GIULIETTI, S. VAIENTI, Extreme Value theory and Poisson statistics for discrete time samplings of stochastic differential equations,  Communication in Mathematical Physics,  406, 231, 26 pp, (2025),  https://arxiv.org/pdf/2310.13972.p
115) J. ATNIP, N. HAYDN, S. VAIENTI, Extreme value theory with spectral techniques: application to a simple attractor, Discrete and Continuous Dynamical Systems, 45 (10), 3512-3544, (2025).
 114) J. ATNIP, G. FROYLAND, C. GONZALEZ-TOKMAN, S. VAIENTI, Thermodynamic Formalism and Perturbation Formulae for Quenched Random Open Dynamical Systems, submitted, 160p., to appear in Dissertationes Mathematicae,  https://arxiv.org/pdf/2307.00774.pdf
113) L. AMORIM, N. HAYDN, S. VAIENTI,  Compound Poisson Distributions for Random Dynamical Systems Using Probabilistic Approximations, Stochastic processes and their applications,  179 (2025) 104511, https://arxiv.org/pdf/2402.02759.pdf
112) D. Faranda, G.Messori,, T. Alberti, M.C. Alvarez-Castro, Th. Caby, L. Cavicchia, E. Coppola, R. Donner, B.  Dubrulle, V. Melinda Galfi, V. Lembo, R. Noyelle, B.  Spagnolo, S. Vaienti, D. Valenti, P.  Yiou, A statistical physics and dynamical systems perspective on geophysical extreme events ,  Physical Review E : Statistical, Nonlinear, and Soft Matter Physics, 2024, 110 (4), pp.041001.
111) F. LILLO, G. LIVIERI, S. MARMI, A. SOLOMKO, S. VAIENTI, Unimodal maps perturbed by heteroscedastic noise: an application to a financial systems,  Journal of Statistical Physics, 190, 156 (2023). https://doi.org/10.1007/s10955-023-03160-0
110)Th. CABY, M. GIANFELICE, B. SAUSSOL, S. VAIENTI, Topological synchronisation or a simple attractor?, Nonlinearity,  36, 3603, (2023),  https://doi.org/10.1088/1361-6544/acd42f
109) F. LILLO, G. LIVIERI, S. MARMI, A. SOLOMKO, S. VAIENTI, Analysis of  bank leverage via dynamical systems and deep neural networks ,  SIAM Journal on Financial Mathematics, 14, (2), pp.  598-643, (2023). https://arxiv.org/pdf/2104.04960.pdf
108) S. GALLO, N. HAYDN, S. VAIENTI, Number of visits in arbitrary sets for $\phi$-mixing dynamics,  Annales de l’Institut Henri Poincaré - Probabilités et Statistiques, (2024), Vol. 60, No. 2, 1150–1187,  https://arxiv.org/pdf/2107.13453.pdf
 107) J. ATNIP, G. FROYLAND, C. GONZALEZ-TOKMAN, S. VAIENTI,  Equilibrium states for non-transitive random open and closed dynamical systems, Ergodic Theory and Dynamical systems, 43, (10), pp. 3193-3215, (2023)
106) J. ATNIP, G. FROYLAND, C. GONZALEZ-TOKMAN, S. VAIENTI, Thermodynamic formalism for random weighted covering systems,                                  Communication Mathematical Physics, 386, pp. 819–902 (2021),  https://arxiv.org/pdf/2002.11421.pdf
105) P. ESLAMI, I. MELBOURNE, S. VAIENTI, Sharp Statistical Properties for a Family of Multidimensional Nonmarkovian Nonconformal Intermittent Maps,  Advances in Mathematics, 388, (2021), 52 p. https://arxiv.org/pdf/1904.03184.pdf
104) T. ALBERTI,  D. FARANDA, R.V. DONNER, Th. CABY, V. CARBONE, G. CONSOLINI, B. DUBRUELLE, S. VAIENTI, Small-scale Induced Large-scale Transitions in Solar Wind Magnetic Field, The Astrophysical Journal Letters, 914:L6 (7pp), 2021 June 10.
103) P. GIULIETTI, P. KOLTAI, S. VAIENTI, Targets and holes,  Proceedings of the AMS,  149, N°8, p. 3293-3306
 102) A.C.M. FREITAS, J.M. FREITAS, M. MAGALHÃES, S . VAIENTI,  Point processes of non stationary sequences generated by sequential and random dynamical systems,  Journal of Statistical Physics, 181, 1365-1409, (2020),  https://arxiv.org/pdf/1904.05761.pdf
101) Th. CABY, D. FARANDA, S. VAIENTI, P. YIOU, Extreme value distributions of observation recurrences,  Nonlinearity, 34, 118-163, (2021)  https://arxiv.org/pdf/2002.10873.pdf
100) M. GIANFELICE, S. VAIENTI, Stochastic stability of the classical Lorenz flow under impulsive type forcing,  Journal of Statistical Physics, 181, 163-211, (2020), https://arxiv.org/pdf/1806.04737.pdf
99) N. HAYDN, S. VAIENTI, Limiting entry times distribution for arbitrary null sets,  Communication Mathematical Physics, 378, 149-184, (2020).
98) Th. CABY, D. FARANDA, S. VAIENTI, P. YIOU, On the computation of the extremal index for time series,  Journal of Statistical Physics, 179, 1666-1697, (2020), https://arxiv.org/pdf/1904.04936.pdf
97) D . DRAGICEVIC, G. FROYLAND, C. GONZALEZ-TOKMAN, S. VAIENTI, A spectral approach for quenched limit theoems for random hyperbolic dynamical systems, Trans. Amer Math. Soc,  373, 629-664, (2020).
96) Th. CABY, D. FARANDA, G. MANTICA, S. VAIENTI, P. YIOU, Generalized dimensions, large deviations and the distribution of rare events,  PHYSICA D, Vol. 40015, Article 132143, 15 pages, (2019), https://arxiv.org/pdf/1812.00036.pdf
95) D. FARANDA, S. VAIENTI:  Correlation dimension and phase space contraction via extreme value theory, Chaos, 28, 041103 (2018)  https://arxiv.org/pdf/1711.03021.pdf
94) D. FARANDA, H, GHOUDI, P. GUIRAUD, S. VAIENTI, Extreme value  theory for synchronization of coupled map lattices, Nonlinearity,  31, 7, 3326-3358 (2018) https://arxiv.org/pdf/1708.00191.pdf
93)   D . DRAGICEVIC, G. FROYLAND, C. GONZALEZ-TOKMAN, S. VAIENTI, Almost Sure Invariance Principle for random piecewise expanding maps,  Nonlinearity,  31, 5, 2252-2280, (2018),  https://arxiv.org/pdf/1611.04003.pdf
92) D. DRAGICEVIC, G. FROYLAND, C. GONZALEZ-TOKMAN, S. VAIENTI, A spectral approach for quenched limit theorems for random expanding dynamical systems, Comm.Math. Phys., 360, pp 1121-11873, (2018), https://arxiv.org/pdf/1705.02130.pdf
91) H. HU, S. VAIENTI, Lower Bounds for the Decay of Correlations in Non-uniformly Expanding Maps , Ergodic Theory and Dynamical Systems, 39, 7, pp. 1939-1970,  (2019).
90) A.C.M. FREITAS, J.M. FREITAS, S. VAIENTI, Extreme value laws for sequences of intermittent maps, Proceedings of the AMS, 146, (2018) 2103-2116, arXiv:1605.06287
89) M. NICOL, A. TÖRÖK, S. VAIENTI, Central limit theorem for sequential and random intermittent dynamical systems,  Ergodic Theory and Dynamical Systems, 38, 3, pp 1127-1153 (2018),  88) G. TURCHETTI, S. SINIGARDI, G. SERVIZI, F. PANICHI, S. VAIENTI, Errors, correlations and fidelity for noisy hamiltonian flows. theory and numerical examples, J. Phys. A:Math. Theor., 50, 064001, (2017). 
87) A.C.M. FREITAS, J.M. FREITAS, M. TODD, S. VAIENTI,  Rare events for the Manneville-Pomeau map, StochasticProcesses and their applications,  126, Issue 11, pp 3463-3479, (2016), http://arxiv.org/pdf/1503.01372.pdf
86)  D. FARANDA, J.M. FREITAS, P. GUIRAUD, S. VAIENTI, Statistical properties of random dynamical systems with contracting direction,  J. Phys. A : Math. Theor., 49, 204001, (2016),hal-01258390v1
85) A.C.M. FREITAS, J.M. FREITAS, S. VAIENTI, Extreme value laws for nonstationary processes generated by sequential and random dynamical systems, Annales de l’Institut Henri Poincaré - Probabilités et Statistiques 2017, Vol. 53, No. 3, 1341–1370  arxiv: 1510.04357
84)  D. FARANDA, J.M. FREITAS, P. GUIRAUD, S. VAIENTI, Extreme Value Theory for Piecewise Contracting Maps with Randomly Applied Stochastic Perturbations, Stochastic and  Dynamics 16, N° 03, 1660015, (2016).
83)  N.  HAYDN, M. NICOL, A. TOROK, S. VAIENTI, Almost sure invariance principle for sequential and non-stationary dynamical systems,  Trans. Amer Math. Soc,  369,  8, August 2017, Pages 5293–5316, https://arxiv.org/submit/1002
82) L. BOUCHARA, O. OURRAD, X. LEONCINI, S. VAIENTI, Anomaluos transport and observable average in the standard map,  Chaos, Solitons and Fractals,Volume 78, September 2015, Pages 277-284
81) D. FARANDA, F.M.E. PONS, E. GIACHINO, S. VAIENTI, B. DUBRULLE, Early Warnings Indicators of Financial Crises via Auto Regressive Moving Average Models,  Communications in Nonlinear Science and Numerical Simulation, Volume 29, Issues 1–3, December 2015, Pages 233-239,   
80)  D. FARANDA, J.M. FREITAS, P. GUIRAUD, S. VAIENTI,  Sampling local properties of attractors via extreme value theory, Chaos, Solitons and Fractals, Volume 74, May 2015, Pages 55-66,  http://arxiv.org/pdf/1407.0412.pdf
79) W. BAHSOUN, J. SCHMELING, S. VAIENTI, On transfer operator and maps with random holes, Nonlinearity,2015 Nonlinearity 28 713,   http://arxiv.org/pdf/1405.0361.pdf
78) R. AIMINO, H. HU, M. NICOL, A. TOROK, S. VAIENTI, Polynomial loss of memonry for maps of the interval with a neutral fixed point,  Discrete and Continuous Dynamical Systems, A, , 35, 3, 793-806 (2015) http://arxiv.org/pdf/1402.4399.pdf
77) D. FARANDA, X. LEONCINI, S. VAIENTI, Mixing properties in the advection of passive tracers via recurrences and extreme value theory,  Physics Review E,  90, 019902 – Published 14 July 2014, http://arxiv.org/abs/1402.3798
76) R. AIMINO, M. NICOL, S. VAIENTI, Annealed and quenched limit theorems for random expanding dynamical systems, Probability Theory and Related Fields, , Volume 162, Issue 1, pp 233-274,  http://arxiv.org/abs/1310.4359

75) D. FARANDA, S. VAIENTI, Extreme Value laws for dynamical systems under  observational noise,  Physica D,  280–281, (2014), 86-94,  arXiv:1308.5624
74) W. BASHOUN, H. HU, S. VAIENTI, Pseudo-Orbits, Stationary Measures and Metastability, Dynamical Systems: an International Journal,  Volume 29, Issue 3, July 2014, pages 322-336, http://arxiv.org/pdf/1211.2952.pdf
73) D. FARANDA, S. VAIENTI, A new recurrences based technique for detecting robust extrema in long temperature records, Geophysical Research Letters,  40, Issue 21, 16 November 2013, Pages: 5782–5786  arXiv:1308.5622
72) N. HAYDN, M. NICOL, S. VAIENTI, L. ZHANG, Central limit theorems for the shrinking target problem, Journal of  Statistical  Physics, 153, (2013), 864-887http://arxiv.org/pdf/1305.6073.pdf
71) H. AYTAC, J.M. FREITAS, S. VAIENTI, Laws of rare events for deterministic and random dynamical systems, Trans. Amer Math. Soc., 367 (2015), 8229-8278,  http://arxiv.org/pdf/1207.5188
70) D. FARANDA, J.-M. FREITAS, V. LUCARINI, G. TURCHETTI, S. VAIENTI, Extreme Value Statistics for Dynamical Systems with Noise,  Nonlinearity, 26, 2597-2622, (2013),  http://arxiv.org/pdf/1208.5582
69) W. BAHSOUN, S. VAIENTI, Escape rates formulae and metastability for randomly perturbed maps, Nonlinearity, 26 (2013) 1415–1438,  http://arxiv.org/pdf/1206.3654
68) R. AIMINO,  S. VAIENTI, A note on the large deviations for piecewise expanding multidimensional maps, in  Nonlinear Dynamics: New Directions, Theoretical Aspects 1 , Edgardo Ugalde, Gelasio Salazar, Editors, Series  Mathematical Method and Modeling,  Springer,  11 p. http://arxiv.org/abs/1110.5488
67) D. FARANDA, V. LUCARINI, G. TURCHETTI, S. VAIENTI, Extreme value distributions for singular measures, Chaos, 22, 023135, (2012),  17 pages, http://arxiv.org/abs/1106.2299 
66) D. FARANDA, V. LUCARINI, G. TURCHETTI, S. VAIENTI, Generalized Extreme Value distribution parameters as dynamical indicators of Stability,  International Journal of Bifurcation and Chaos,  22, N°11, 1250276,  (2012), 13 pages,  http://arxiv.org/pdf/1107.5972
65) W. BASHOUN, S. VAIENTI, Metastability of certain intermittent maps, Nonlinearity, 25, 107-124,  (2012),  http://arxiv.org/pdf/1105.0538.pdf
64) N. HAYDN, M. NICOL, T. PERSSON, S. VAIENTI, A note on Borel-Cantelli Lemmas for non-uniformly hyperbolic dynamical systems,  Ergodic Theory and Dynamical Systems, 33, 02, 475-498, (2013), http://arxiv.org/pdf/1103.2113.pdf
63) M. GIANFELICE, F. MAIMONE, V. PELINO, S. VAIENTI, On the recurrence and robust properties of Lorenz'63 model,  Communication in Mathematical Physics,  313, 3, 745-779, (2012), http://arxiv.org/pdf/1103.1850.pdf
62) D. FARANDA, V. LUCARINI, G. TURCHETTI, S. VAIENTI, Numerical convergence of the block-maxima approach to the Generalized Extreme Value  distribution, Journal of Statistical Physics, 145 1156-1180, (2011)
61) J. ALVES, J. FREITAS, S. LUZZATTO, S. VAIENTI, From rates of mixing to recurrence times via large deviations,  Advances in Mathematics,  228 (2011) 1203–123
60) G. TURCHETTI, S. VAIENTI, F. ZANLUNGO, Asymptotic distribution of global errors in the numerical computations of dynamical systems,  Physica A, 389,  (2010) pp. 4994-5006,
59) G. CRISTADORO, N. HAYDN, Ph. MARIE, S. VAIENTI, Statistical  properties of intermittent maps with unbounded derivative,  Nonlinearity, 23,1071-1096, (2010)
58) G. TURCHETTI, S. VAIENTI, F. ZANLUNGO,  Relaxation to the asymptotic distribution of global errors due to rounf off,   Europhys. Lett.,  89, 40006, (2010)
57)  Ph. MARIE, G. TURCHETTI, S. VAIENTI, F. ZANLUNGO, Error Distribution in randomly perturbed orbits,  Chaos, 19, 043118, (2009)
 56) G. MANTICA, S. VAIENTI, On the statistical distribution of first-return times of balls and cylinders in chaotic systems, International Journal of  Bifurcations and Chaos,  20,  1845-1858, (2010)
 55) N. HAYDN, S. VAIENTI,  The Rényi Entropy Function and the Large Deviation of Short Return Times, Ergodic Theory and Dynamical Systems, 30, 159-179, (2010).
 54) H. HU, S. VAIENTI, Absolutely continuous invariant measures for non-uniformly expanding maps,  Ergodic Theory and Dynamical Systems,  29, 1185-1215, (2009)
 53) N. HAYDN, S. VAIENTI, The compound Poisson distribution and return times in dynamical systems,  Probability Theory and Related Fields,  144,  (2009), 517-542
52)  M. ABADI, S. VAIENTI, Large deviations for short recurrence, Discrete and Continuous Dynamical Systems A, 21, (2008), 729-747
51)  N. HAYDN, E. LUNEDEI, S. VAIENTI, Averaged number of visits, Chaos,  17, 033119, 13 pages, (2007)
50)  C. LIVERANI, Ph. MARIE, S. VAIENTI, Random Classical fidelity, Journal of Statistical Physics,  128, 4, 1079-1091, (2007)
49)   G. MANTICA, S. VAIENTI, The asymptotic behavior of the Fourier transform of Orthogonal Polynomials I: Mellin transform techniques,  Ann. Inst. H. Poincaré,  8, 2, (2007)
48)  N. HAYDN, E. LUNEDEI, L. ROSSI, G. TURCHETTI,  S. VAIENTI, Multiple returns for some regular and mixing maps,  Chaos, 15, 033109, (2005)
47)  N. HAYDN, Y. LACROIX, S. VAIENTI, Hitting and return times in ergodic dynamical  systems, Annals of Probability,  33,(2005), 2040-2050
 46)   N. HAYDN, S. VAIENTI,  Fluctuations of the metric entropy for mixing measures ,  Stochastic and  Dynamics,  4, 595-627, (2004)
 45)  H. HU, A. RAMPIONI, L. ROSSI, G. TURCHETTI, S.VAIENTI: Statistics of Poincaré recurrences for area-preserving  maps with integrable and ergodic components,  Chaos,  14, (2004), 160-171
44)  N. HAYDN, S. VAIENTI, The limiting distribution and error terms for return time of dynamical systems,  Discrete and  Continuous Dynamical Systems A,  10,  (2004), 584-616
43)  P FERRERO, N HAYDN, S VAIENTI,  Entropy fluctuations for parabolic maps, Nonlinearity,  16, (2003), 1203-1218
42)  H. BRUIN, A. LAMBERT, G. POGGIASPALLA S. VAIENTI, Numerical analysis for a discontinuous rotation of the torus, Chaos,  13, 558-571, (2003)
41)  N. BURIC, A. RAMPIONI, G. TURCHETTI, S. VAIENTI, Weak Chaos and Poincaré recurrences for area preserving maps,  Journ. Phys. A: Math. Gen., 36, (2003), L209-L215,  Corrigendum:  Journ. Phys. A: Math. Gen., 36, (2003), 7223
 40)  B. SAUSSOL, S. TROUBETZKOY, S. VAIENTI, Recurrence and Lyapunov exponents,   Moscow Math. Journ., 3,  (2003), 189-203
 39)   H. BRUIN, S. VAIENTI, Return times for unimodal maps,  Forum  Math., 176, (2003), 77-94
38)   H. BRUIN, B. SAUSSOL, S. TROUBETZKOY, S. VAIENTI, Return time statistics via inducing,    Ergodic theory and dynamical systems,  23, (2003), 991-1013
37) N. HAYDN, J. LUEVANO, G. MANTICA, S. VAIENTI, Multrifractal spectrum of dimensions via return times,  Phys. Rev. Letts, 88, (2002), 224502
  36) B. SAUSSOL, S. TROUBETZKOY, S. VAIENTI, Recurrence, dimensions and Lyapunov exponents ,  Journal Stat. Phys.,  106,  (2002), 623-634
  35)  P. KURKA, V. PENNE', S. VAIENTI, Dynamically defined recurrence dimension, Discrete and Continuous Dynamical Systems A,  8, (2002), 137-
34)  M. HIRATA, B. SAUSSOL, S. VAIENTI,  Statistics of return times: A general framework and new applications,  Communication in Mathematical Physics, 206, 33-55 (1999)
33) V. PENNE, B. SAUSSOL, S. VAIENTI,  Dimensions for recurrence times: topological and dynamical properties, Discrete and Continuous Dynamical Systems A, 4, (1999)
 32) C. LIVERANI, B. SAUSSOL, S. VAIENTI: A probabilistic approach to intermittency,   Ergodic theory and dynamical systems,  19, 671-685 (1999)
31) C. LIVERANI, B. SAUSSOL, S. VAIENTI: Conformal measures and decay of correlations for covering weighted systems,  Ergodic Theory and Dyn. Syst.,  18, 1399-1420 (1998)
30) F. BRINI, S. SIBONI, G. TURCHETTI, S. VAIENTI: Decay of correlations for the automorphisms of the torus,  Nonlinearity, 10, 1257-1268 (1997)
29) S. VAIENTI, J. DUSEK: Scaling exponents for turbulent scalar fields: analytic results, Il Nuovo Cimento B, 4, 455-469 (1995)
 28) M. OULD-ROUIS, F. ANSELMET, P. LE GAL, S. VAIENTI: Statistics of temperature increments in fully developed turbulence. Part II: experiments , Physica D,  85,  405-424, (1995)
27) S. VAIENTI, M. OULD-ROUIS, F. ANSELMET, P. LE GAL: Statistics of temperature increments in fully developed turbulence. Part I: theory,  Physica D,  73, 99-112 (1994)
26) A. BAZZANI, S. SIBONI, G. TURCHETTI, S. VAIENTI: A model of modulated diffusion II: numerical results on statistical properties, J. Stat. Phys., 76, 969-984 (1994)
25) A. BAZZANI, S. SIBONI, G. TURCHETTI, S. VAIENTI: A model of modulated diffusion I: analytical results,  J. Stat. Phys., 76, 928-968 (1994)
24) S. SIBONI, G .TURCHETTI, S. VAIENTI: Diffusion on the torus for hamiltonian maps,  J. Stat. Phys., 75, 167-187 (1993)
23) A. LAMBERT, S. SIBONI, S. VAIENTI, Statistical properties of a non-uniformly hyperbolic map of the interval, J. Stat. Phys., 72, 1305 (1993)
22) A. BAZZANI, S. SIBONI, G. TURCHETTI, S. VAIENTI: Diffusion in models of modulated area-preserving maps,  Phys. Rev. A, 46, 6754-6756 (1992)
21) J-M. GHEZ, E. ORLANDINI, M-C. TESI, S. VAIENTI: Dynamical integral transform on fractal sets and the computation of entropy, Physica D, 63, 282 (1993)
20) S. VAIENTI: Ergodic properties of the discontinuous sawtooth map,  J. Stat. Phys.,  67, 251-269 (1992)
19) J-M. GHEZ, S. VAIENTI: Integrated wavelets on fractal sets II: the generalized dimensions,  Nonlinearity,  3, 791-804, (1992)
18) J-M. GHEZ, S. VAIENTI: Integrated wavelets on fractal sets I: the correlation dimension,  Nonlinearity, 3, 777-790 (1992)  
17) J. BELLISSARD, S. VAIENTI: Rigourous diffusion properties for the sawtooth map, Comm. Math. Phys., 144, 521-536 (1992)
16) R. COUTINHO, R. VILELA-MENDES, R. LIMA, S. VAIENTI: Logarithmic measures, subdimensions and Lyapunov exponents of cantori,  Ann. Ist. H. Poincaré,  56,  415-427 (1992)
15) S. VAIENTI: A Frostman-like theorem for the wavelets transform on fractal sets,  Nonlinearity,  4, 1241-1249 (1991)
14) G. PALADIN, S. VAIENTI:, J. Stat. Phys., 57, 289-299 (1989)
13) J-M. GHEZ, S. VAIENTI: On the wavelet analysis for multifractal sets,  J. Stat. Phys.,  57, 415-420 (1989)
12) J-D. FOURNIER, G. TURCHETTI, S. VAIENTI: Singularity spectrum of the generalized energy integral, Phys. Lett.A, 140, 331-335 (1989)
11) S. VAIENTI: Computing the pressure for Axiom-A attractors by time series and large deviations for the Lyapunov exponent,  J. Stat. Phys.,  56, 403-413 (1989)
10) G. PALADIN, S. VAIENTI: Looking at the equilibrium measures in dynamical systems, J. Phys. A: Math. Gen.,  21, 4609-4616 (1988)
9) G. SERVIZI, G. TURCHETTI, S. VAIENTI: Pressure and fractal indices for the Gibbs measures of hyperbolic Julia sets,   J. Phys. A: Math. Gen., L639-L643, (1988)
8) G. SERVIZI, G. TURCHETTI, S. VAIENTI: Generalized dynamical variables and measures for the Julia sets, Il Nuovo Cimento, 101B, 285-307 (1988)
7) D. BESSIS, G. PALADIN, G. TURCHETTI, S. VAIENTI: Generalized dimensions, entropies and Lyapunov exponents from the pressure function for strange sets,  J. Stat. Phys., 51, 109-134, (1988)
6) S. VAIENTI: Generalized spectra for the dimensions of strange sets,  J. Phys. A: Math. Gen., 21, 2313-2320 (1988)
5) S. VAIENTI: Some properties of mixing repellers, J. Phys. A: Math. Gen., 21, 2023-2043 (1988)
4) G. TURCHETTI, S. VAIENTI: Analytical estimates of fractal and dynamical properties for one-dimensional expanding maps,  Phys. Lett., 128 A, 343-348 (1987)
3) D. BESSIS, J-D. FOURNIER, G. SERVIZI, G. TURCHETTI, S. VAIENTI: Mellin transforms of correlation integrals and generalized dimensions of strange sets,  Phys. Rev. A ,  36, 920-937 (1987)
2) D. BESSIS, G. SERVIZI, G. TURCHETTI, S. VAIENTI: Mellin transforms and correlation dimensions, Phys. Lett.,  119 A, 345-347 (1987)
1) S. VAIENTI: Lyapunov exponent and bounds for the Hausdorff dimension of Julia sets of polynomilal maps,  Il Nuovo Cimento, 99B, 77-91 (1987)\\

D- PROCEEDINGS, SPECIAL ISSUES
24) Caby, T., Alberti, T., Faranda, D., Donner, R. V., Consolini, G., Vaienti, S., and Carbone, V.: Instantaneous multiscale properties of solar wind dynamical regimes and their attractors, EGU General Assembly 2021, online, 19–30 Apr 2021, EGU21-8342, https://doi.org/10.5194/egusphere-egu21-8342, 2021.
23)Special Issue, Extreme Value Theory, Entropy, Editors : J-M. Freitas, S. Vaienti.
22) Special issue, Probabilistic aspects of dynamical systems, Chaos, Solitons and Fractals, Volume 133, April 2020, 109654 , Editors: W.Bahsoun, S. Galatolo, S. Troubetzkoy and S. Vaienti.
21) P. Fraunié C. Aldebert, D. Bourras, J.L. Devenon, V. Rey, A. Sentchev, V. Shrira, S. Vaienti, Ocean Surface currents climatology in North Western Mediterranean Sea, VII International Conference \Frontiers of Nonlinear Physics", Nizhny Novgorod, Russia, June 28-July 4, 2019.                                                                                                                                                        20)C. Aldebert, M. Baklouti, D. Bourras, T. Caby, J.L. Devenon, D. Faranda, P. Fraunié, R. Fuchs, P. Garreau, G. Koenig, I. Pairaud, V. Rey, A. Sentchev, V. Shrira, SVaienti, Eddy viscosity identification in the Ekman layer in North Western Mediterranean Sea, proceedings Journées Scientifiques LEFE/GMMC 2019, Toulon, Juin 2019
19) V. CALVEZ, F. PICARD, S. VAIENTI, L'interdisciplinarité en mathématique-biologie: le rôle de la cid 51, Gazette des mathématiciens, 154, 2017                                                                  18) T.  KUNA, S. VAIENTI, Special issue on mathematics for the fluid Earth, Journal of Physics A: Mathematical and Theoretical, Volume 48, Number 14,  2015                                           17) Ch. KASSEL et al. Rapport de Prospective du Conseil Scientifique de l'INSMI- Institut National des Sciences Mathématiques et  de leurs interactions, CNRS,  2014                                 16)   Statistical Properties of Dynamical Systems Guest Editors: ANTHONY QUAS  and SANDRO VAIENTI,  Dynamical Systems, An International Journal,  Volume 28 Number 3 September 2013
15) I. ROSIELLO, S. VAIENTI,  Validation and Fidelity in Numerical Simulations, Proceedings of the Conference  Intérêts comparatifs et problèmes des simulations en sciences exactes et en sciences humaines, Marseille, 4-5 Juin 2010
14) S. VAIENTI, Récurrence dans les systèmes dynamiques, dans CHAOS ET SYSTEMES DYNAMIQUES - Elements Pour Une Epistemologie
Auteur(s) : Sara Franceschelli, Tatiana Roque, Michel Paty, Editeur : Hermann (2007)
 13) Ergodic Theory and Non-Uniform Dynamical systems, proceedings du Colloque au CIRM en 2004, "Non-uniformly hyperbolic dynamical systems", special issue of  Discrete and Continuous Dynamical Systems A, guest editors: Xavier Bressaud, Yves Lacroix, Carlangelo Liverani and Sandro Vaienti, (2006).
12) L. ROSSI, G. TURCHETTI, S. VAIENTI: Poincaré  recurrences as a tool to investigate the statistical properties of dynamical systems with integtable and mixing components,
  Proceedings Carry-le-Rouet, Juin 2004,  J. Phys. Conf. Ser.,  7, 2005
11) N. HAYDN, S. VAIENTI, The distribution of the measure of cylinder sets for non-Gibbsian measures, in  Complex Dynamics and related topics, New Studies in advanced mathematics Vol 5, International Press (2004)
10) Dynamical Systems: from cristal to chaos, Proceedings of the Conference in honor of the 60th birthday of G. Rauzi,  Marseille July 1998, J-M Gambaudo, P Hubert, P Tisseur S Vaienti eds.,  World Scientific, River Edge, 2000.
9) V. PENNE, B. SAUSSOL, S. VAIENTI, Fractal and statistical characteristics of recurrence times,  Journal de Physique (Paris) Proceeding of the conference "Disorders and Chaos", Rome (1998).
8) S. VAIENTI, M. OULD-ROUIS, F. ANSELMET, P. LE GAL, J. DUSEK: Statistics of temperature increments in fully developed turbulence, in Advance in Turbulence, R. Benzi ed., Kluwer Academic (1995)
7) F. BRINI., S. SIBONI, G. TURCHETTI., S. VAIENTI, Decay of correlations for the automorphism of the torus $T2". 1994.Proceedings of the Conference Symposium on classical and quantum billiards, Ascona (Switzerland), 25-30 Luglio 1994
6) J-M. GHEZ, E. ORLANDINI, S. SIBONI, M-C. TESI, S. VAIENTI: Wavelet transform and multientropy analysis of strange sets, in Progress in wavelet analysis and applications,  319, Ed. Frontiers, France (1993)
5) G. TURCHETTI, S. VAIENTI: Generalized dimensions of strange sets and cantorian approximation, Proc. Math. Phys. Egypt., 65, 117-143 (1992)
4) A. BAZZANI, S. SIBONI, G. TURCHETTI, S. VAIENTI: From dynamical system to local diffusion processes, in NATO ASI Series Volume "Chaotic Dynamics: theory and practice", T. Bountis ed., Plenum Press, New York (1991)
3) J-M. GHEZ, S. VAIENTI: Rigourous wavelts analysis for multifractal sets, in  Proceedings of the Conference Large Scale Structures in Nonlinear Physics, J-D. Fournier, P. Sulem eds., 320-328, Lect. Notes Phys., 392,  (1991)
2) S. VAIENTI: Dimension of the attractors from thermodynamical indices, in Nonlinear Dynamics, G. Turchetti ed., 397-403, World Scientific, Singapore (1989)
1) S. VAIENTI: Energy integrals and correlation integral for mixing repellers, in Advance in Nonlinear Dynamics and Stochastic Processes II, G. Paladin et A. Vulpiani eds., 47-60, World Scientific, Singapore (1897)\

E- OTHERS

- S. VAIENTI, La fédération de recherche des unités de mathématiques de Marseille, Gazette des mathématiciens, 93,  2002
-  Bulletin de la FRUMAM, six issues since  2002
-  Quand les mathématiciens se parlent,  interview given to  La Provence, 20-02-2001
-  Presentation of  the Conference at CIRM   Systèmes Dynamiques 2001: l'odyssée dynamique, at Journal televisé de France 3 (Février 2001)
- Marseille pôle d'excellence,  interview given to La Marseillaise,  27-06-2001
- Marseille, problemes de maths,  interview given to  Energie Sud, in  La Marseillaise, 24-03-2006